Factories: x2 – ax – bx + ab

1.	Factories: x2 – ax – bx + ab
Answer» x² – ax – bx + ab Let’s arrange the terms in a suitable form; x² – ax – bx + ab = x² – bx – ax + ab = (x² – bx) – (ax – ab) = x(x – b) – a(x – b) = (x – b)(x –a) So we get, x² – ax – bx + ab = (x – b)(x –a)

Answer»

x² – ax – bx + ab

Let’s arrange the terms in a suitable form;

x² – ax – bx + ab

= x² – bx – ax + ab

= (x² – bx) – (ax – ab)

= x(x – b) – a(x – b)

= (x – b)(x –a)

So we get,

x² – ax – bx + ab = (x – b)(x –a)

Discussion